About Me关于我
I am a PhD candidate in Condensed Matter Physics at the University of Edinburgh, working in the group of Professor Elton J. G. Santos. My research bridges the gap between theoretical models and experimental findings to unlock the potential of 2D van der Waals (vdW) magnetic materials for energy-efficient spintronic applications.
My Academic Journey
I began my academic career at the University of Central Florida, where I earned a dual Bachelor of Science in Physics and Mathematics. During my undergraduate studies, I conducted research under Professor Richard Klemm, focusing on wave functions for high-symmetry, 2D microstrip antennas. I designed programs to analyze symmetry patterns, notably identifying wave function symmetries in equilateral triangular boundary systems.
Subsequently, I completed my MSc in Physics with Distinction at Imperial College London, exploring the applications of Spin Torque Nano-Oscillators (STNOs) for artificial neural networks.
Current Work
Currently, I utilize high-performance computing (HPC) clusters like Archer2, Cirrus, and DiRAC to conduct advanced atomistic (VAMPIRE) and micromagnetic (MUMAX3) simulations. My goal is to elucidate the intrinsic properties of 2D vdW magnets (like and ) and investigate the dynamic evolution of skyrmions. I collaborate closely with international researchers to provide theoretical validation for topological phase transitions, spin-orbit torque injection, and magnetization reversal mechanisms.
Beyond physics, I am an avid PC hardware enthusiast. I enjoy building custom workstations, optimizing power efficiency at the BIOS level, managing Arch Linux homelab environments, and exploring network privacy.
Research Interests
My core research focus includes: Computational Magnetism, 2D van der Waals Magnets, Skyrmions and Topological Spin Textures, Micromagnetic Simulations, and High-Performance Computing.
“Understanding the fundamental limits and thermodynamics of topological spin textures is the key to designing the next generation of energy-efficient computing paradigms.”
我是爱丁堡大学凝聚态物理专业的博士研究生，在 Elton J. G. Santos 教授课题组从事凝聚态理论研究。我的研究致力于弥合理论模型与实验发现之间的鸿沟，探索二维范德瓦尔斯（vdW）磁性材料在低功耗自旋电子学中的潜在应用。
学术经历
我的学术生涯始于中佛罗里达大学，在那里我获得了物理与数学双学士学位。本科期间，我在 Richard Klemm 教授的指导下开展高对称性二维微带天线波函数的理论研究，开发了分析对称性模式的 Mathematica 程序，发现等边三角形边界系统中存在 波函数对称性。
之后，我进入帝国理工学院攻读物理学硕士，以 Distinction（一等荣誉）成绩毕业，研究方向为自旋扭矩纳米振荡器在人工神经网络中的应用。
当前研究
目前，我依托 ARCHER2、Cirrus 和 DiRAC 等高性能计算（HPC）平台，利用原子级自旋动力学（VAMPIRE）与微磁学（MUMAX3）方法，开展二维范德瓦尔斯磁体（如 和 ）中斯格明子的动态演化与拓扑相变研究。我与国际同行密切合作，为拓扑相变、自旋轨道矩注入与磁化翻转机制提供理论支撑。
在物理学研究之外，我对计算机硬件同样充满热情，业余时间喜欢组装定制工作站、在 BIOS 层面精细调校电源效率、管理 Arch Linux 家庭实验室环境，并关注网络隐私与安全。
研究兴趣
我的核心研究方向涵盖：计算磁学、二维范德瓦尔斯磁体、斯格明子与拓扑自旋结构、微磁学模拟以及高性能计算在凝聚态物理中的应用。
“厘清拓扑自旋结构的物理极限与热力学行为，是设计下一代低功耗计算范式的关键所在。”